if x=1, A={1,2}, B={1,3}, then wouldnt this statement be true? The answer is False

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[restive garden]

its not true for all such sets

weird question to begin with

[torn current]

If some element is in A and that set is not a subset of B, then it is not implied that the element is automatically a part of B

A={1,2}
B={1,3}
If the element x=1, then it holds. If the element x=2, then it doesnt hold.

Therefore it is sometimes true and sometimes false, and we cant make that implication for all cases

@void geyser

[void geyser]

it can be true and false depending on the elements of the sets A and B, right?

[void geyser]

yeah exactly, so there's no definite answer

@restive garden is that right?
btw this is for some other question

[restive garden]

wtf is this

[lucid trellis]

Well when this happens you say that the statement is false in general

[void geyser]

Oh

Tq

+close